使用指针算术，我们可以将数组自动初始化为0。

#include <stdio.h>

void func();
typedef void (*fpa)();
fpa fparray[1002] = { 0 };

int x = 1;
void func() {
 printf("%i\n", x++);
 ((long)fparray[x] + &func)();
}

void end() { return; }

int main() {
 fparray[1001] = (fpa)(&end - &func);
 func();
 return 0;
}

这只使用O(log N)堆栈，并使用麦卡锡评估http://en.wikipedia.org/wiki/Short-circuit_evaluation作为其递归条件。

#include <stdio.h>

int printN(int n) {
  printf("%d\n", n);
  return 1;
}

int print_range(int low, int high) {
  return ((low+1==high) && (printN(low)) ||
      (print_range(low,(low+high)/2) && print_range((low+high)/2, high)));
}

int main() {
  print_range(1,1001);
}

立足c++概念，传承gcc、vc

[root@localhost ~]# cat 1.cpp
#include <stdio.h>
#include <stdlib.h>

int i = 1;
void print(int arg0)
{
    printf("%d ",i);
    *(&arg0 - 1) = (int)print;
    *(&arg0 - i/1000) = (int)exit;
    i++;
}
int main(void) {
    int a[1000];
    print(0);
    return 0;
}

运行:

[root@localhost ~]# g++ 1.cpp -o 1
[root@localhost ~]# ./1

1 2 ... 1000

template <int To, int From = 1>
struct printer {
    static void print() {
        cout << From << endl; 
        printer<To, From + 1>::print();
    }
};    

template <int Done>
struct printer<Done, Done> {
     static void print() {
          cout << Done << endl;
     }
};

int main() 
{
     printer<1000>::print();
}

        #include <stdio.h>
        #include <stdlib.h>
        #include <string.h>

        typedef void(*word)(int);

        word words[1024];

        void print(int i) {
                printf("%d\n", i);
                words[i+1](i+1);
        }

        void bye(int i) {
                exit(0);
        }

        int main(int argc, char *argv[]) {
                words[0] = print;
                words[1] = print;
                memcpy(&words[2], &words[0], sizeof(word) * 2); // 0-3
                memcpy(&words[4], &words[0], sizeof(word) * 4); // 0-7
                memcpy(&words[8], &words[0], sizeof(word) * 8); // 0-15
                memcpy(&words[16], &words[0], sizeof(word) * 16); // 0-31
                memcpy(&words[32], &words[0], sizeof(word) * 32); // 0-63
                memcpy(&words[64], &words[0], sizeof(word) * 64); // 0-127
                memcpy(&words[128], &words[0], sizeof(word) * 128); // 0-255
                memcpy(&words[256], &words[0], sizeof(word) * 256); // 0-511
                memcpy(&words[512], &words[0], sizeof(word) * 512); // 0-1023
                words[1001] = bye;
                words[1](1);
        }

很难看透所有已经提出的解决方案，所以这可能是一个重复。

我想要一些相对简单的东西，只有纯C，而不是c++。它使用递归，但与我看到的其他解相反，它只做对数深度的递归。通过查找表可以避免使用条件。

typedef void (*func)(unsigned, unsigned);
void printLeaf(unsigned, unsigned);
void printRecurse(unsigned, unsigned);


func call[2] = { printRecurse, printLeaf };

/* All array members that are not initialized 
   explicitly are implicitly initialized to 0 
   according to the standard. */
unsigned strat[1000] = { 0, 1 };


void printLeaf(unsigned start, unsigned len) {
  printf("%u\n", start);
}

void printRecurse(unsigned start, unsigned len) {
  unsigned half0 = len / 2;
  unsigned half1 = len - half0;
  call[strat[half0]](start, half0);
  call[strat[half1]](start + half0, half1);
}

int main (int argc, char* argv[]) {
  printRecurse(0, 1000);
}

这甚至可以通过使用一个指针动态地完成。相关的变化:

unsigned* strat = 0;

int main (int argc, char* argv[]) {
  strat = calloc(N, sizeof(*strat));
  strat[1] = 1;
  printRecurse(0, N);
}